F. U. Ogbuisi

A STRONGLY CONVERGENT SELF-ADAPTIVE INERTIAL ALGORITHM FOR BILEVEL EQUILIBRIUM PROBLEMS IN HILBERT SPACES

In this work, we introduce a novel modified inertial iterative algorithm for solving bilevel equilibrium problems involving pseudomonotone bifunctions in real Hilbert spaces. Theproposed scheme incorporates a self-adaptive step-size strategy, eliminating the need for prior knowledge of Lipschitz type constants and enha...